Part 1: At the State Fair it costs $2.75 for a corndog and $3.50 for a funnel cake. How much would it cost for you to order "c" corndogs and "f" funnel cakes? Show how to set this up as an algebraic expression.Part 2: You and your three friends want to order 2 corndogs and 1 funnel cake each. Solve to find out how much it would cost all-together.Part 3: Explain how you solved Part 2.
Part 1:
To find out how much it would cost to order "c" corndogs and "f" funnel cakes, we can set up the following algebraic expression:
Total cost = (cost per corndog * c) + (cost per funnel cake * f)
In this case, the cost per corndog is $2.75 and the cost per funnel cake is $3.50. Therefore, the algebraic expression would be:
Total cost = (2.75 * c) + (3.50 * f)
Part 2:
To find out how much it would cost for you and your three friends to order 2 corndogs and 1 funnel cake each, we can substitute the values into the algebraic expression from Part 1:
Total cost = (2.75 * 2) + (3.50 * 1) = 5.50 + 3.50 = $9.00
So, the total cost for you and your three friends to order 2 corndogs and 1 funnel cake each would be $9.00.
Part 3:
To solve Part 2, we took the number of corndogs (2) and the number of funnel cakes (1) each person wanted and substituted these values into the algebraic expression from Part 1. We then performed the necessary multiplication and addition to find the total cost.
is this changed enough
Part 1: In order to find the total cost of ordering c corndog and f funnel cake we would have to multiply the cost per c by c plus the cost per f by f the cost per corndog is $2.75 and the cost per funnel cake is $3.50. Therefore the expression would be ($2.75 x c) + ($3.50 x f).
Part 2: To find out how much it would cost for you and your friends to order 2 corn dogs and 1 funnel cake each, we can substitute the values into an expression from Part 1. Since you and your friends ordered 2 corn dogs and 1 funnel cake c would now be 2 and f would be 1. Since we substitute the value the cost for two corn dogs is $5.50 and because you only order 1 funnel cake the price is the same. So, the total cost for you and your friends orders of 2 corn dogs and 1 funnel cake each would be $9.00.
Part 3: To solve part 2, we took the number of c (2) and the number of f (1) that each person wanted. Then we substituted the values of into the expression from part 1. Then we multiplied the values by the cost and added them together.
Part 1: In order to find the total cost of ordering c corndogs and f funnel cakes, you would multiply the cost per corndog by c and add it to the cost per funnel cake multiplied by f. The cost per corndog is $2.75 and the cost per funnel cake is $3.50. Therefore, the expression would be ($2.75 x c) + ($3.50 x f).
Part 2: To find out how much it would cost for you and your friends to order 2 corndogs and 1 funnel cake each, you can substitute the values into the expression from Part 1. Since you and your friends ordered 2 corndogs and 1 funnel cake each, c would now be 2 and f would be 1. Substituting these values, the cost for two corndogs is ($2.75 x 2 = $5.50), and since you only ordered 1 funnel cake, the cost remains the same ($3.50). So, the total cost for you and your friends' orders of 2 corndogs and 1 funnel cake each would be $9.00.
Part 3: To solve Part 2, we took the number of corndogs (2) and the number of funnel cakes (1) that each person wanted. Then we substituted these values into the expression from Part 1. We multiplied the values by the associated costs and then added them together to find the total cost.
is it changed enough?
Part 1: In order to find the total cost of ordering c corndog and f funnel cake we would have to multiply the cost per c by c plus the cost per f by f the cost per corndog is $2.75 and the cost per funnel cake is $3.50. Therefore the expression would be ($2.75 x c) + ($3.50 x f).Part 2: To find out how much it would cost for you and your friends to order 2 corn dogs and 1 funnel cake each, we can substitute the values into an expression from Part 1. Since you and your friends ordered 2 corn dogs and 1 funnel cake c would now be 2 and f would be 1. Since we substitute the value the cost for two corn dogs is $5.50 and because you only order 1 funnel cake the price is the same. So, the total cost for you and your friends orders of 2 corn dogs and 1 funnel cake each would be $9.00.Part 3: To solve part 2, we took the number of c (2) and the number of f (1) that each person wanted. Then we substituted the values of into the expression from part 1. Then we multiplied the values by the cost and added them together.
Part 1: In order to find the total cost of ordering c corndogs and f funnel cakes, you would need to multiply the cost per corndog by c and add it to the cost per funnel cake multiplied by f. The cost per corndog is $2.75 and the cost per funnel cake is $3.50. Therefore, the expression would be ($2.75 x c) + ($3.50 x f).
Part 2: To find out how much it would cost for you and your friends to order 2 corn dogs and 1 funnel cake each, you can substitute the values into the expression from Part 1. Since you and your friends ordered 2 corndogs and 1 funnel cake each, c would now equal 2 and f would equal 1. Substituting these values, the cost for two corndogs would be ($2.75 x 2 = $5.50), and since you only ordered 1 funnel cake, the cost remains the same ($3.50). So, the total cost for you and your friends' orders of 2 corn dogs and 1 funnel cake each would be $9.00.
Part 3: To solve Part 2, we took the number of corndogs (2) and the number of funnel cakes (1) that each person wanted. Then we substituted these values into the expression from Part 1. We multiplied the values by the associated costs and then added them together to find the total cost.